(COSx)^2--(COSy)^2=(根号3)/2,求SIN(X+Y).SIN(X-Y)=

来源:学生作业帮助网 编辑:作业帮 时间:2024/11/29 01:03:37
(COSx)^2--(COSy)^2=(根号3)/2,求SIN(X+Y).SIN(X-Y)=
x){?8#]] ̶x`ƚF:66{iDhGj6IEh/S6>m:t2TH/6jՀ+5mnEl34**5 JM[ B3HKTD@R O|v“kNhyp˙Ow6<_tt}@ӅIV7F 1}

(COSx)^2--(COSy)^2=(根号3)/2,求SIN(X+Y).SIN(X-Y)=
(COSx)^2--(COSy)^2=(根号3)/2,求SIN(X+Y).SIN(X-Y)=

(COSx)^2--(COSy)^2=(根号3)/2,求SIN(X+Y).SIN(X-Y)=
由条件,有(1 cos2x)/2-(1 cos2y)=a 即cos2x-cos2y=2a sin(x y)*sin(x-y) =(sinx)^2*(cosy)^2-(siny)^2*(cosx)^2 对这个式子中各项降幂,可得 原式=(cos2y-cos2x)/2 =-a